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Small Mersenne Prime Factors
Prime numbers of the form Mp= 2p − 1 are called Mersenne primes. For Mp to be prime, p must also be prime.
Any factor q of a Mersenne number 2p − 1 must be of the form 2kp + 1, where integer k ≥ 0. Furthermore, q must be 1 or 7 mod 8.
Exponent Prime Factor Digits Year
826152591652305199 ~1993
826158111652316239 ~1993
826162791652325599 ~1993
826179711652359439 ~1993
826195911652391839 ~1993
826202031652404079 ~1993
826203614957221679 ~1994
826215231652430479 ~1993
826294191652588399 ~1993
826294791652589599 ~1993
82629479148733062310
826298631652597279 ~1993
826323831652647679 ~1993
826331391652662799 ~1993
82634371148741867910 ~1995
826346414958078479 ~1994
826354014958124079 ~1994
826385534958313199 ~1994
826395231652790479 ~1993
826395414958372479 ~1994
826422974958537839 ~1994
826429911652859839 ~1993
826430631652861279 ~1993
826441616611532899 ~1994
826463391652926799 ~1993
Exponent Prime Factor Digits Year
826473711652947439 ~1993
826487516611900099 ~1994
826497831652995679 ~1993
826507278265072719 ~1995
826523991586926060911 ~1998
826528911653057839 ~1993
826544991653089999 ~1993
826548774959292639 ~1994
826562391653124799 ~1993
826580391653160799 ~1993
826581374959488239 ~1994
826600311653200639 ~1993
826634816613078499 ~1994
826642878266428719 ~1995
826647734959886399 ~1994
826647974959887839 ~1994
826648311653296639 ~1993
826670031653340079 ~1993
826697216613577699 ~1994
826713591653427199 ~1993
826726791653453599 ~1993
826781096614248739 ~1994
82679167198430000910 ~1995
826843911653687839 ~1993
826848716614789699 ~1994
Exponent Prime Factor Digits Year
826853631653707279 ~1993
82685821132297313710 ~1995
826862031653724079 ~1993
826864911653729839 ~1993
826868118268681119 ~1995
826872711653745439 ~1993
826877631653755279 ~1993
826883631653767279 ~1993
826885814961314879 ~1994
826906911653813839 ~1993
826907391653814799 ~1993
826920231653840479 ~1993
826927614961565679 ~1994
826948791653897599 ~1993
82697171264630947310 ~1996
827023038270230319 ~1995
827041518270415119 ~1995
827051511654103039 ~1993
82705229115787320710 ~1995
827055831654111679 ~1993
827061591654123199 ~1993
827063391654126799 ~1993
82708631397001428910 ~1996
827102031654204079 ~1993
827120991654241999 ~1993
Exponent Prime Factor Digits Year
827125431654250879 ~1993
827136296617090339 ~1994
827142591654285199 ~1993
827145591654291199 ~1993
827174511654349039 ~1993
82721339148898410310 ~1995
827217591654435199 ~1993
82727107148908792710 ~1995
82729057132366491310 ~1995
827322711654645439 ~1993
827336031654672079 ~1993
827339391654678799 ~1993
827357991654715999 ~1993
82737169182021771910 ~1995
827375031654750079 ~1993
827380038273800319 ~1995
827387631654775279 ~1993
827398311654796639 ~1993
827400831654801679 ~1993
827425911654851839 ~1993
827465631654931279 ~1993
827473191654946399 ~1993
827491191654982399 ~1993
827496711654993439 ~1993
827504031655008079 ~1993
2552
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26-03-22